NSCPHD1087 Master class om Quantum Mathematics

The laws of quantum mechanics enable us to perform certain  communication and computation tasks which are impossible with classical physics alone. The discovery of this fact has motivated significant theoretical research. Many of the most important open problems in this
area lie at the intersection of quantum information and mathematical physics. Among these are the classification of topological phases, the search for self-correcting quantum memories, and the role of entanglement in physical phenomena such as superfluidity and superconductivity.
Theoretical research in these areas is likely to have a significant impact on the development of future quantum technologies.

This master class will consist of lectures by top experts in both quantum information and mathematical physics. There will also be significant opportunities for direct interaction. The primary aim is to expose graduate students to the latest research on some of the most important open problems in this field. The subject areas will include topological quantum
computation (M. Freedman), topological phases of matter (B. Nachtergaele), and the mathematical description of cold quantum gases (R. Seiringer). The three external speakers have confirmed their participation.
By the end of the course, the participants will have received an up-to-date overview of the latest work in these areas, and should be prepared for further study and research.